In general, in mathematics, we write sets to indicate a collection of objects or elements.
For instance, we referring to the variable x, we may state {x ∈ ℤ}. That is, x is an element of integers.
We can also state conditions within the set notation. For instance, within a given domain of mathematics, such as discussing convergence of series, we can state
{x ∈ ℝ | the series ∑an converges}. That is, x is an element of real numbers, such that the series converges.
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roster,rule and set-builder
1.listing methods 2.roster methods
If u mean a set like a scene setting then describing lights, props and positioning of actors/actresses is vital
method in wrinting a set